{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "7faa8335",
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import json as j\n",
    "import matplotlib.pyplot as plt\n",
    "with open('bagua.json','r') as f:\n",
    "    mydata = j.load(f)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "7c1c47ab",
   "metadata": {},
   "outputs": [],
   "source": [
    "data = mydata['八卦五行']\n",
    "data1 =mydata['体用生克']\n",
    "d1 = mydata['64卦']\n",
    "d2 = mydata['64卦组成']\n",
    "d3 = mydata['64卦内容1']\n",
    "d4 = mydata['64卦内容2']\n",
    "d5 = mydata['64卦心得']\n",
    "df = pd.DataFrame(data,columns=['num','name','prop'])\n",
    "df1 = pd.DataFrame(data1,columns = ['t','y','rlt'])\n",
    "for i in d5.keys():\n",
    "    d5[i][3] = (int(d5[i][3]))\n",
    "    d5[i][1] = (int(d5[i][1]))\n",
    "l5 = [i for i in d5.values()]\n",
    "l5 = [[i[j] for i in l5] for j in range(len(l5[0]))]\n",
    "x = l5[1];y = l5[3]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "3b4a5234",
   "metadata": {},
   "outputs": [],
   "source": [
    "def getDec(ipt):\n",
    "    up = ipt[0][:3]\n",
    "    down = ipt[0][3:]\n",
    "    dong = ipt[1]\n",
    "    up1 = df.loc[df.num == up]['prop'].values\n",
    "    down1 = df.loc[df.num == down]['prop'].values\n",
    "    t = ''\n",
    "    y = ''\n",
    "    if(dong >=4 ):\n",
    "        t = down1\n",
    "        y = up1\n",
    "    else:\n",
    "        t = up1\n",
    "        y = down1\n",
    "    return(df1[(df1.y==y[0])&(df1.t==t[0])]['rlt'].values[0])\n",
    "\n",
    "def getChange(ipt):\n",
    "    dong = ipt[1]-1\n",
    "    out = list(ipt[0])\n",
    "    if(out[dong]=='1'):\n",
    "        out[dong]='0'\n",
    "    elif(out[dong]=='0'):\n",
    "        out[dong]='1'\n",
    "    print(ipt)\n",
    "    return(''.join(out))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "8c82ee5d",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "['001001', 5]\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1368x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#顺序完全相反！\n",
    "gua='100100';dyao=5\n",
    "gua=gua[::-1]\n",
    "#print(d1[gua],d1[gua],'-',d3[gua]['0'])\n",
    "'''\n",
    "print(d5[gua][0],'--',d5[gua][2])\n",
    "print()\n",
    "print(d3[gua][str(dyao)])\n",
    "print()\n",
    "print('梅花易数结果：')\n",
    "print(getDec([gua,dyao]))\n",
    "change = getChange([gua,dyao])\n",
    "print()\n",
    "print('动爻（结果）：',change[::-1])\n",
    "print(d5[change][0],'--',d5[change][2])\n",
    "'''\n",
    "outp = d5[gua][0] + ' -- ' + d5[gua][2] +'\\n\\n'\n",
    "outp = outp + d3[gua][str(dyao)] + '\\n\\n'\n",
    "outp = outp + '梅花易数结果：\\n\\n'\n",
    "outp = outp + getDec([gua,dyao]) +'\\n'\n",
    "change = getChange([gua,dyao])\n",
    "outp = outp + '动爻（结果）：' + change[::-1] + '\\n'\n",
    "outp = outp + d5[change][0] + '--' + d5[change][2]\n",
    "\n",
    "plt.figure(num = 1,figsize = (19,5))\n",
    "plt.plot(x,y,linestyle = ':')\n",
    "plt.text(0, 3.5, outp, fontdict = {\n",
    "    'family': 'KaiTi', # 标注文本字体\n",
    "    'fontsize': 20, # 文本大小\n",
    "    'fontweight': 'bold', # 字体粗细\n",
    "    'fontstyle': 'italic', # 字体风格\n",
    "    'color': 'black',  # 文本颜色\n",
    "    'backgroundcolor': 'yellow', # 背景颜色\n",
    "    'bbox': {'boxstyle':'round'} # 椭圆外框\n",
    "})\n",
    "plt.text(d5[gua][1], d5[gua][3], d1[gua], fontdict = {\n",
    "    'family': 'KaiTi', # 标注文本字体\n",
    "    'fontsize': 20, # 文本大小\n",
    "    'fontweight': 'bold', # 字体粗细\n",
    "    'fontstyle': 'italic', # 字体风格\n",
    "    'color': 'red',  # 文本颜色\n",
    "    'backgroundcolor': 'white', # 背景颜色\n",
    "    'bbox': {'boxstyle':'round'} # 椭圆外框\n",
    "})\n",
    "plt.text(d5[change][1], d5[change][3], '变-'+d1[change], fontdict = {\n",
    "    'family': 'KaiTi', # 标注文本字体\n",
    "    'fontsize': 15, # 文本大小\n",
    "    'fontweight': 'bold', # 字体粗细\n",
    "    'fontstyle': 'italic', # 字体风格\n",
    "    'color': 'red',  # 文本颜色\n",
    "    'backgroundcolor': 'lime', # 背景颜色\n",
    "    'bbox': {'boxstyle':'round'} # 椭圆外框\n",
    "})\n",
    "plt.show()"
   ]
  }
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